Absolute Value
Parallel/Perp. Lines
Polynomials
Exponents
Scientific Notation
100

Solve this Absolute value equation:

|6m|=42


m=7 m=-7
100
Determine whether the line is parallel or Perpendicular:

y=6x+12 and 6x-y=1 

Parallel line
100

Find the sum of these polynomials:

(a2+2a-9)+(a2-a-4)

2a2+a-13

100

Simplify the exponents:

x4*x3

x7

100
Express this number in scientific notation:

82,304

8.2304*104

200

Solve this Absolute value equation: 

|k-10|=3

k=13 k=7
200
Determine whether the line is parallel or Perpendicular:

y=3/4x+9 and y=-4/3+1

Perpendicular line
200

Find the difference of these polynomials:


(4p2-10-7p)-(3p+7+8p2)

-4p2-10p-17

200

Solve.

x17/x14

x3

200

(3.2*10^(11))/(6.4*10^(-6))

0.5*1017

300

Solve this Absolute value inequality: 

|7x+4|>74

x>10 or x<-78/8
300
Write the slope-intercept form of the equation of the line described:

 

Through (-5,3) parallel to y=-1/5x+5

y=-1/5x+2
300

Multiply the two binomials:


(g+2)2


g2+4g+4

300

Solve.

(g3)4

g12

300

Express the following in standard form:


1.99*10-3

0.00199
400

Solve this Absolute value inequality: 

(|x-4|)/(5)<2

***Remember some inequalities can be an "and" or an "or" statement! (Put the answer in that form)

-6<x<14


x>-6  x<14

400

Write the slope-intercept form of the equation of the line described: 

Through (1,-2) perp. y=1/2x+1

y=-2x
400

Find the product:

 (8a 2− 2)(8a2+ 2) 

64a2-4

400

Solve.

(((((1)/(3))^(45))^(16))^(0))

1
400

Solve.

(6*105)+(4*103)

6.04*105

500

-3+|n-2|>5

n>10 or n<-6
500

The equation of line f is x − 2y = 20 . Line g, which is perpendicular to line f, includes the point (-7, 7). What is the equation of line g? 

y = −2x − 7

500

Find the product of the two binomials:

 (−6x − 7y 2)2

49y4+84xy2+36x2

500

Solve this radical exponent:

363/2


216
500

Solve.

(3*107)(5*108)(4*109)

6*1025

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